Symplectic Floer Cohomology

That general type of a symplectic cohomology, that is here to have the ability of exhibiting the activity of either being able to work to generate more cohomology than it is here to work to degenerate, or being able to work to generate just as much cohomology than it is here to work to degenerate, or being able to work to generate less cohomology than it is here to work to degenerate -- in each case, over an evenly-gauged Hamiltonian eigenmetric, -- is said to be exhibiting, what may here be called a symplectic Floer cohomology.  Sincerely, Sam Roach.